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Strong FEM formulation for quasi-static analysis of shielded planar transmission lines in anisotropic media

机译:各向异性介质中屏蔽平面传输线的准静态分析的强大有限元公式

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We present strong formulation of the Finite Element Method in anisotropic media for 2D closed electrostatic problems. We show that the set of strong basis functions for isotropic media must be reduced (i.e., one quadruple function omitted) in order to achieve the required C1 continuity of electrostatic potential in anisotropic media. Numerical results for characteristic impedance and effective permittivity of the shielded strip-line in three homogeneous anisotropic media (sapphire, boron-nitride, and epsilam) are given and compared with results from the literature.
机译:对于二维封闭静电问题,我们在各向异性介质中提出了有限元方法的强大公式。我们表明,必须减少各向同性介质的强基函数集(即,省略一个四元函数),以便在各向异性介质中实现所需的静电势C 1 连续性。给出了在三种均匀各向异性介质(蓝宝石,氮化硼和epsilam)中屏蔽带状线的特征阻抗和有效介电常数的数值结果,并与文献结果进行了比较。

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